DIRECTIONAL DERIVATIVE AND GRADIENT OF A MULTIVARIABLE FUNCTION

Authors

  • Xoshimova Dilobar Kuchkarovna ShdPI o’qituvchisi

Keywords:

private derivation, average velocity, angle coefficient of velocity, function, multiplication, differential.

Abstract

Nowadays, the science of mathematics is rapidly developing and is applied to almost all sciences and directions, such as physics, economics, engineering and biology.In particular, since the physical-mechanical meaning of the derivative is speed, the meaning of special derivatives of co-variable function is correspondingly the speed in the direction of coordinate axes. It can be seen that not only in the direction of the coordinate axes, that is, the speed of the viewed material point in any direction can be calculated.

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Published

2024-01-08

Issue

2024: 22th Tech-Fest: Spain January

Section

Articles

License

Creative Commons License

This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.

How to Cite

DIRECTIONAL DERIVATIVE AND GRADIENT OF A MULTIVARIABLE FUNCTION. (2024). Conferencea , 1-9. https://conferencea.org/index.php/conferences/article/view/3111